20 citations · 22 across the 5 of their papers we have counts for
5 papers
Centralisateurs dans le groupe de Jonquières
Dominique Cerveau, Julie Déserti
We give a criterion to determine when the degree growth of a birational map of the complex projective plane which fixes (the action on the basis of the fibration is trivial) a rati…
Itération d'applications rationnelles dans les espaces de matrices
D. Cerveau, J. Déserti
The iteration of rational maps is well-understood in dimension 1 but less so in higher dimensions. We study some maps on spaces of matrices which present a weak complexity with res…
Quelques propriétés des transformations birationnelles du plan projectif complexe
Julie Déserti
We present some (unfortunately not all) known properties on the Cremona group; when it's possible we mentioned links with the most known group of polynomial automorphisms of the af…
Géométrie classique de certains feuilletages quadratiques
D. Cerveau, J. Déserti, D. Garba Belko +1
The set of quadratic foliations on the complex projective plane can be identified with a \textsc{Zariski}'s open set of a projective space of dimension 14 on whi…
Transformations birationnelles de petit degré
Dominique Cerveau, Julie Déserti
Since the end of the XIXth century, we know that each birational map of the complex projective plane is the product of a finite number of quadratic birational maps of the projectiv…